黑海东南部触须blablennius tentacularis (br nnich, 1768)的年龄估计和最佳生长模式选择

Ayşe Van, A. Gümüş, M. Özpiçak, Serdar Süer
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引用次数: 1

摘要

根据这项研究的覆盖范围,在2010年5月至2012年3月期间,在黑海东南部通过底拖网作业(商业渔业和科学实地调查)捕获了522只有触角的长鳍金枪鱼(Parablennius tentacularis (br nnich, 1768))。样品的尺寸分布范围在4.8 ~ 10.8 cm之间。性别长度(K-S检验,Z=3.729, P=0.000)与体重频率分布(K-S检验,Z=3.605, P=0.000)差异有统计学意义。长度-权重关系模型定义为雄性个体W = 0.009L3.034的等长型和雌性个体W = 0.006L3.226的正异速型。比较耳石和椎体样本,以选择最准确的硬结构,可用于确定年龄。选择耳石作为最合适的硬结构。使用当前数据集来预测最佳增长模型。为此,使用广泛使用的von Bertalanffy、Gompertz和Logistic生长函数来估计生长参数。赤池信息准则(AIC);/L∞比和R2准则来选择通过这些函数建立的最准确的增长模型。采用多模型推理(MMI)计算模型平均参数:L′∞= 15.091 cm, S.E. (L′∞)= 3.966,K′= 0.232 year-1, S.E. (K′)= 0.122。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Age estimation and the best growth model selection of the tentacled blenny Parablennius tentacularis (Brünnich, 1768) in the southeastern Black Sea
By the study's coverage, 522 individuals of tentacled blenny (Parablennius tentacularis (Brünnich, 1768)), were caught with the bottom trawl operations (commercial fisheries and scientific field surveys) between May 2010 and March 2012 from the southeastern Black Sea. The size distribution range of the sample varied between 4.8-10.8 cm. The difference between sex length (K-S test, Z=3.729, P=0.000) and weight frequency distributions (K-S test, Z=3.605, P=0.000) was found to be statistically significant. The length-weight relationship models were defined as isometric with W = 0.009L3.034 in male individuals and positive allometric with W = 0.006L3.226 in female individuals. Otolith and vertebra samples were compared for the selection of the most accurate hard structure that can be used to determine the age. Otolith was chosen as the most suitable hard structure. The current data set was used to predict the best growth model. For this purpose, the growth parameters were estimated with the widely used von Bertalanffy, Gompertz and Logistic growth functions. Akaike's Information Criterion (AIC), Lmak./L∞ ratio, and R2 criteria were used to select the most accurate growth models established through these functions. Model averaged parameters were calculated with multi-model inference (MMI): L'∞ = 15.091 cm, S.E. (L'∞) = 3.966, K'= 0.232 year-1, S.E. (K') = 0.122.
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